Ferland Pierre-Marc, Laurier Antoine, Comtois Alain Steve
Department Physical Activity Sciences, University of Quebec-Montreal, Montreal, Quebec, CANADA.
Int J Exerc Sci. 2020 Dec 1;13(4):1512-1531. doi: 10.70252/WKTF5547. eCollection 2020.
Several studies have determined the influence of physical characteristics on strength. The present quantified the relationships between anthropometry and maximal strength. Male classic powerlifters (n=59) were measured before a championship. Two-tailed Pearson correlation analysis was used. Powerlifters that presented higher relative maximal strength (RMS) in the squat and bench generally had higher body weight (BW), body mass index (BMI), torso circumference (C), waist C/height, torso C/height (r=0.26 to 0.49, p<0.05), and smaller lower leg length (L)/height and forearm L/torso C (r=-0.31 to -0.45, p<0.05) ratios. Powerlifters with a higher % of their deadlift on their total generally presented a smaller BW, BMI, body fat percentage (BF%), waist and torso C, trunk L, waist C/height, torso C/height, trunk L/height, waist C/hip C, thigh L/lower leg L, trunk L/thigh L ratios (r=-0.26 to -0.49, p<0.05) and higher lower leg L, lower leg L/height, reach/height, and forearm L/torso C ratios (r=0.32 to 0.51, p<0.05). Stepwise regressions revealed that a bigger torso positively predicted absolute maximal strength (AMS) in the squat (β=0.41, p=0.04), the bench (β=0.77, p<0.01), the deadlift (β=0.88, p<0.01) and the total (β=0.89, p<0.01), that a higher torso C/height ratio positively predicted RMS in the squat(β=0.48, p<0.01), the bench (β=-0.87, p<0.01) and the total (β=0.66, p<0.01), and that reach/height positively predicted RMS in the deadlift (β=0.37, p<0.01) and it's % on the total (β=0.31, p<0.01), but negatively predicted RMS in the bench (β=-0.25, p=0.02) and its % on the total (β=-0.24, p=0.04) As all of the stronger correlations came from AMS, powerlifters should focus on increasing AMS (weight lifted) instead of RMS (Wilks pts).
多项研究已确定身体特征对力量的影响。本研究量化了人体测量学与最大力量之间的关系。在一场锦标赛前对59名男性古典力量举运动员进行了测量。采用双侧Pearson相关分析。在深蹲和卧推中表现出较高相对最大力量(RMS)的力量举运动员通常体重(BW)、体重指数(BMI)、躯干周长(C)、腰围与身高之比、躯干周长与身高之比更高(r = 0.26至0.49,p < 0.05),而小腿长度(L)与身高之比和前臂长度与躯干周长之比更小(r = -0.31至-0.45,p < 0.05)。在总成绩中硬拉占比更高的力量举运动员通常BW、BMI、体脂百分比(BF%)、腰围和躯干周长、躯干长度、腰围与身高之比、躯干周长与身高之比、躯干长度与身高之比、腰围与臀围之比、大腿长度与小腿长度之比、躯干长度与大腿长度之比更小(r = -0.26至-0.49,p < 0.05),而小腿长度、小腿长度与身高之比、身高与臂展之比和前臂长度与躯干周长之比更高(r = 0.32至0.51,p < 0.05)。逐步回归分析显示,更大的躯干正向预测深蹲(β = 0.41,p = 0.04)、卧推(β = 0.77,p < 0.01)、硬拉(β = 0.88,p < 0.01)和总成绩(β = 0.89,p < 0.01)的绝对最大力量(AMS),更高的躯干周长与身高之比正向预测深蹲(β = 0.48,p < 0.01)、卧推(β = -0.87,p < 0.01)和总成绩(β = 0.66,p < 0.01)的RMS,身高与臂展之比正向预测硬拉(β = 0.37,p < 0.01)及其在总成绩中的占比(β = 0.31,p < 0.01),但负向预测卧推(β = -0.25,p = 0.02)及其在总成绩中的占比(β = -0.24,p = 0.04)。由于所有更强的相关性都来自AMS,力量举运动员应专注于增加AMS(举起的重量)而非RMS(威尔克斯分数)。